Cycloaddition Reactions.

Background:

The key step in the synthesis of Xestoquinone is an intramolecular Diels-Alder addition (see full question here). A number of possible isomers can form. The easiest way to predict which is actually formed is to contruct quantitative modelular models, shown below with the calculated energies. These models are constructed using the semi-empirial PM3 method, although mechanics based methods give similar results.


To use these models, move the mouse cursor to the model and press the mouse button (rhs button for a windows machine). From the menu that appears, select File/Save molecule as, and save the model to your local hard disk. Select a modelling program (e.g. Weblab Viewer/Medchem Explorer, CAChe, Chem3D, MacMolPlt/GAMESS), open the saved file, and then proceed with the desired calculation.

Intermediate X and its isomers
X Energy = -67.1 Unformed isomer: Energy = -31.1
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p2s+p4s Cycloaddition
[3,3] sigmatropic
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p2s+p4s Cycloaddition
Unformed isomer: Energy = -31.4 Unformed isomer: Energy = -54.0
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p2s+p4s Cycloaddition
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p2s+p4s Cycloaddition
Species Z is formed from X by a [3,3] sigmatropic shift
Z and its isomers
Z: Energy = -80.7 Unformed isomer: Energy = -60.4
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[3,3] sigmatropic
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Unformed isomer: Energy = -75.9 Unformed isomer: Energy = -75.6
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Electrocyclic Problem

The reaction sequence here is:
Squarate
Intermediate M and its HOMO as a 3D Model. To view the 3D orbital model, you must have the Quick3D plug-in installed.
Intermediate N and its isomer
N Energy = -149.3 Isomer: Energy = -153.3
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Aldol Reaction
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Aldol reaction
Product O and its isomer
Energy = -80.7 Unformed isomer: Energy = -60.4
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